Answer:
The numbers of grooming visits for which James and Bradly would charge the same amount is 2
Step-by-step explanation:
Let
w -----> the numbers of grooming visits
y ----> the charge in dollars
we know that
<em>James</em>
----> equation A
<em>Bradly</em>
----> equation B
equate equation A and equation B
Solve for w
therefore
The numbers of grooming visits for which James and Bradly would charge the same amount is 2
<span>2x^3 = (2x^3)
Yes it's true
Value won't change.</span>
5 1/6 as 30 goes into 6 times tables, and there would be a remainder of 1
The answer is K=(xh+x+h-7)/x
First you multiply the (X+1)(X+H) and get x^2+XH+X+H
Then you set it equal to X^2+KX+7=X^2+XH+X+H
Both X^2 CANCELS then move the 7 over by subtracting it giving you
KX=XH+X+H-7
Then divide by x giving you K by itself the answer bein K=(XH+X-H-7)/X
